This is the way I do it to find the average.
10 girls times 70 = 700
15 boys times 80= 1200
700+1200=1900 all their scores
1900÷25 (number of boys and girls)=76 or 76%
Nick's statement is incorrect because he has averaged the mean scores, not the total scores. The correct mean score for the combined class is 76%, which is greater than 75%.
The subject of this question is Mathematics, particularly focused on the concept of averages or mean. This question is asking about the combined average (mean) percentage score for a class test. Nick's statement is incorrect because he has simply taken the mean of the girls' mean score and the boys' mean score.
Here's the correct way to find the mean: Multiply the mean score of the girls by the number of girls, then do the same for the boys. Then sum those numbers up and divide by the total number of students. Let's calculate:
Therefore, the mean score for the whole class is 76%, which is greater than 75%.
#SPJ2
Answer:
(a) 3x -y = 7
(b) x +3y = 29
Step-by-step explanation:
(a) The standard form of the given line is ...
3x -y = 5
The parallel line will have a constant on the right that makes it go through (5, 8), so it will be ...
3x -y = 3(5) -(8)
3x -y = 7
__
(b) The perpendicular line will have coefficients for x and y swapped and one of them negated. Again, the constant is chosen to make it go through (5, 8).
x + 3y = (5) +3(8)
x + 3y = 29
B.7
C.10
D.13
The correct answer is:
26.5%.
Explanation:
"Percent" means "per hundred", or "out of 100."
Our fraction is out of 200. To change this to something out of 100, we would divide the numerator and denominator by 2:
A.carbohydrate
B.Protein
C.DNA
D.lipid
Answer:
C
Step-by-step explanation:
a gene is what is in you so it starts with DNA
To represent the relationship between the set number and the number of sit-ups, you can use a simple verbal description: "The number of sit-ups in each set is half of the number in the previous set". The relationship between the set number and the number of sit-ups can be represented as a geometric sequence, where each set has half the number of sit-ups as the previous set. This can be calculated using the formula for a geometric sequence.
To represent the relationship between the set number and the number of sit-ups that Calvin and Mike do, you can use a mathematical expression or formula. In this case, the number of sit-ups in each set decreases by half compared to the previous set. You can express this relationship using an exponential decay formula:
Where:
represents the number of sit-ups in the nth set.
is the initial number of sit-ups in the first set (which is 64 in this case).
represents the reduction factor, as each subsequent set has half as many sit-ups.
n is the set number.
Using this formula, you can easily calculate the number of sit-ups in any set. For example, to find the number of sit-ups in the 4th set (n = 4), you would substitute n = 4 into the formula:
So, in the 4th set, Calvin and Mike do 8 sit-ups. This formula allows you to determine the number of sit-ups for any set without manually calculating each time.
Learn more about Geometric Sequence here:
#SPJ3
Answer:
64/2=32 32/2=16 16/2=8 8/2=4 4/2=2 2/2=1
Step-by-step explanation:
if you were to use a in and out chart you can you can set the in as the starting amount (64) and make the out/formula ÷2